Article Geochemistry 3 Volume 9, Number 8 Geophysics 6 August 2008 Q08002, doi:10.1029/2008GC002009 GeosystemsG G ISSN: 1525-2027 AN ELECTRONIC JOURNAL OF THE EARTH SCIENCES Published by AGU and the Geochemical Society
Click Here for Full Article Seismic evidence for large-scale compositional heterogeneity of oceanic core complexes
J. Pablo Canales and Brian E. Tucholke Department of Geology and Geophysics, Woods Hole Oceanographic Institution, MS 24, 360 Woods Hole Road, Woods Hole, Massachusetts 02543, USA ([email protected]) Min Xu Massachusetts Institute of Technology-Woods Hole Oceanographic Institution Joint Program, Woods Hole, Massachusetts 02543, USA John A. Collins and David L. DuBois Department of Geology and Geophysics, Woods Hole Oceanographic Institution, MS 24, 360 Woods Hole Road, Woods Hole, Massachusetts 02543, USA
[1] Long-lived detachment faults at mid-ocean ridges exhume deep-seated rocks to form oceanic core complexes (OCCs). Using large-offset (6 km) multichannel seismic data, we have derived two-dimensional seismic tomography models for three of the best developed OCCs on the Mid-Atlantic Ridge. Our results show that large lateral variations in P wave velocity occur within the upper 0.5–1.7 km of the lithosphere. We observe good correlations between velocity structure and lithology as documented by in situ geological samples and seafloor morphology, and we use these correlations to show that gabbros are heterogeneously distributed as large (tens to >100 km2) bodies within serpentinized peridotites. Neither the gabbros nor the serpentinites show any systematic distribution with respect to along-isochron position within the enclosing spreading segment, indicating that melt extraction from the mantle is not necessarily focused at segment centers, as has been commonly inferred. In the spreading direction, gabbros are consistently present toward the terminations of the detachment faults. This suggests enhanced magmatism during the late stage of OCC formation due either to natural variability in the magmatic cycle or to decompression melting during footwall exhumation. Heat introduced into the rift valley by flow and crystallization of this melt could weaken the axial lithosphere and result in formation of new faults, and it therefore may explain eventual abandonment of detachments that form OCCs. Detailed seismic studies of the kind described here, when constrained by seafloor morphology and geological samples, can distinguish between major lithological units such as volcanics, gabbros, and serpentinized peridotites at lateral scales of a few kilometers. Thus such studies have tremendous potential to elucidate the internal structure of the shallow lithosphere and to help us understand the tectonic and magmatic processes by which they were emplaced.
Components: 10,396 words, 13 figures. Keywords: oceanic core complex; detachment fault; Mid-Atlantic Ridge; seismic structure; gabbro; serpentinized peridotite. Index Terms: 3025 Marine Geology and Geophysics: Marine seismics (0935, 7294); 3035 Marine Geology and Geophysics: Midocean ridge processes; 3036 Marine Geology and Geophysics: Ocean drilling. Received 28 February 2008; Revised 10 June 2008; Accepted 27 June 2008; Published 6 August 2008.
Copyright 2008 by the American Geophysical Union 1 of 22 Geochemistry 3 canales et al.: heterogeneity of oceanic core complexes Geophysics 10.1029/2008GC002009 Geosystems G
Canales, J. P., B. E. Tucholke, M. Xu, J. A. Collins, and D. L. DuBois (2008), Seismic evidence for large-scale compositional heterogeneity of oceanic core complexes, Geochem. Geophys. Geosyst., 9, Q08002, doi:10.1029/2008GC002009.
1. Introduction (MAR): Kane [Dick et al., 2008; Tucholke et al., 1998], Dante’s Domes [Tucholke et al., 2001], and [2] Oceanic core complexes (OCCs) are deep sec- Atlantis [Cann et al., 1997] (Figure 1). The to- tions of the oceanic lithosphere exhumed to the mography models reveal large lateral variations in seafloor by long-lived detachment faults [Cann et P wave velocity within the shallow lithosphere al., 1997; MacLeod et al., 2002; Tucholke et al., beneath all three OCCs, as well as distinctly 1998]. When active, these faults constitute the sole different velocity structure in the associated volca- extensional boundary between separating tectonic nic hanging walls. A strong correlation between the plates [deMartin et al., 2007; Smith et al., 2006; modeled velocity variations and lithology of in situ Tucholke et al., 1998], and in some instances they geological samples allows us to constrain the large- can accommodate extension for 1–2 Ma forming scale spatial distribution of gabbroic intrusions and relatively smooth-surfaced, dome-shaped mega- serpentinized peridotites within the OCCs, thus mullions due to footwall rollover [Tucholke et al., providing valuable new insights into the formation 1996, 1998]. These features commonly exhibit and evolution of these features. spreading-parallel corrugations or ‘‘mullions’’ that can have amplitudes up to several hundred meters, 2. Geological Settings and they have been identified at a wide variety of spreading centers [Cannat et al., 2006; Ohara et [5] The three OCCs studied show characteristic al., 2001; Okino et al., 2004; Searle et al., 2003; smooth surfaces and spreading-parallel corruga- Tucholke et al., 1998, 2008]. tions typical of megamullions formed by major oceanic detachment faults [Tucholke et al., 1998]. [3] The abundance of gabbros and peridotites Hereinafter we use Tucholke et al.’s [1998] recovered in most OCCs [Blackman et al., 2002, definitions of breakaway zone (where the faults 2006; Cann et al., 1997; Dick et al., 2000, 2008; initially nucleated) and termination of the faults. Escartı´n et al., 2003; MacLeod et al., 2002; Reston Breakaway zones are generally defined by iso- et al., 2002; Tucholke and Lin, 1994], together with chron-parallel ridges that mark the older limit of gravity modeling that suggests the presence of fault corrugations; however, early corrugations mantle-like densities near the seafloor [e.g., often are not well developed and this limit can be Nooner et al., 2003], indicates that OCCs may be difficult to determine. Terminations are more easily ideal tectonic windows where the geological record identified because they mark the young limit of a of mantle flow and melt generation and migration smooth, corrugated fault surface against rougher can be studied [Tucholke et al., 1998]. They also adjacent terrain of the hanging wall. have the potential for hosting serpentinite-based hydrothermal systems [Fru¨h-Green et al., 2003; Kelley et al., 2001]. However, the relative abun- 2.1. Kane Oceanic Core Complex dances and distribution of these lithologies are not [6] Kane OCC is located between 30 and 55 km well constrained. Drilling at OCCs to date has off-axis on the North American plate immediately recovered dominantly gabbroic rocks [Blackman south of the Kane Transform Fault (TF), between et al., 2006; Dick et al., 2000; Kelemen et al., 23°200Nand 23°400N (Figure 1). It formed 2004], raising a question of the extent to which between 3.3 Ma and 2.1 Ma under conditions of OCCs actually provide access to the oceanic man- strongly asymmetrical spreading (17.9 mm a 1 on tle. Thus the origin and evolution of OCCs, their the OCC side to the west, and 7.9 mm a 1 on the significance as tectonic windows into the oceanic conjugate between Chrons 2 and 2A [Williams et lithosphere, and their potential as widespread hosts al., 2006]). The breakaway for this OCC is marked of serpentinite-based hydrothermal ecosystems re- by a linear ridge that is continuous for more than main uncertain. 35 km along isochron (with the possible exception of a small offset near latitude 23°300N, Figure 1). [4] In this paper we present seismic tomography The detachment fault constituting the surface of the images obtained across three of the best developed OCC exhibits several domes (Babel, Abel, Cain, and best studied OCCs on the Mid-Atlantic Ridge
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Figure 1. Shaded-relief, three-dimensional perspectives of multibeam bathymetry over Atlantis, Kane, and Dante’s Domes OCCs. (Note the different view angle of the Dante’s Dome image). Solid lines locate seismic profiles (numbered with A, DD, and K). Dashed lines show locations of breakaways and terminations of detachment faults. SR and CD are the Southern Ridge and Central Dome, respectively, of Atlantis OCC; ND and SD are the northern and southern domes, respectively, of Dante’s Domes OCC; and AD, BD, CD, and ED are the Abel, Babel, Cain, and Eve domes, respectively, of Kane OCC. Yellow star on Atlantis OCC locates the Lost City hydrothermal field. The inset at left shows the location of the three OCCs on the flanks of the MAR in the northern central Atlantic.
Adam, and Eve, following the nomenclature of serpentinized peridotite at the center of the OCC, Dick et al. [2008]) and is cut by a large-offset, providing direct evidence of the footwall compo- high-angle, west-facing normal fault (East Fault, sition there [Dick et al., 2008]. labeled in Figure 1). Extensive geological sampling indicates that the central and western parts of the 2.2. Dante’s Domes Oceanic Core Complex Kane OCC are predominantly ultramafic [Dick et [7] Dante’s Domes OCC lies just east of the MAR al., 2008]. Both peridotites and gabbros are ex- rift valley on the African plate, between 26 320N posed along the northern edge of the OCC (south ° and 26 400N, away from any major segment wall of the Kane TF) [Auzende et al., 1994]. Slide ° discontinuity [Tucholke et al., 2001] (Figure 1). scars along East Fault expose massive outcrops of Total spreading rate in the area during formation of
3of22 Geochemistry 3 canales et al.: heterogeneity of oceanic core complexes Geophysics 10.1029/2008GC002009 Geosystems G the OCC was 22 mm a 1 [DeMets et al., 1990]. towed at a nominal depth of 10 m. Hydrophone A set of ridges near the eastern limit of the OCC group (i.e., receiver) spacing was 12.5 m. The defines a broad breakaway zone, located in 2.0– sound source was a tuned, 10-element air gun array 2.8 Ma lithosphere. To the west, the detachment with a total capacity of 51 L (3100 in3) triggered by surface is terminated by an oblique set of valleys distance every 37.5 m and towed at a nominal and ridges created by a rift that propagated south- depth of 8 m. Data were recorded in 10-s long ward between 1.3 and 0.7 Ma. The OCC exhibits records sampled every 4 ms. Positions of sources two domes that are adjacent along strike. Submers- and receivers were derived from shipboard and tail- ible dives show that dominantly allochthonous buoy GPS receivers and compass-enhanced basalt debris and minor serpentinite is scattered DigiCourse birds placed along the streamer. The across the corrugated detachment surface. There long-offset hydrophone streamer and the shallow are no direct constraints on composition of the depths of the OCCs allowed recording of subseafloor footwall, but gravity modeling indicates densities refractions that we use to derive the two-dimensional consistent with gabbros and/or partially serpenti- seismic velocity structure beneath the exposed nized peridotites [Tucholke et al., 2001]. detachment-faults surfaces using traveltime tomog- raphy methods. 2.3. Atlantis Oceanic Core Complex [10] Six profiles were acquired at the Kane OCC, [8] Atlantis OCC lies just west of the MAR rift three profiles at Dante’s Domes OCC, and five valley immediately north of Atlantis TF, between profiles across Atlantis OCC. In this paper we 30°050N and 30°170N (Figure 1), where the full present results from profiles that best sample the spreading rate is 24 mm a 1 [Sempe´re´etal., main morphological features of the OCCs, i.e., two 1995]. The location of the breakaway is ambigu- profiles that cross each of the corrugated surfaces ous, but it is most likely located within a zone limited along dip and strike directions (Figure 1). Results by two north-south trending ridges (Figure 1) in from the complete set of the Kane profiles support 2.3 1.9 Ma lithosphere. The termination is marked the results presented here and provide a more by a contact between the smooth corrugated detach- detailed view of the Kane OCC [Xu et al., 2007]; ment surface and a basaltic hanging wall block in those results will be published elsewhere. The 0.7 Ma lithosphere that forms the western shoul- remaining profiles of the Atlantis OCC have yet deroftheriftvalley[Blackman et al., 2002; to be modeled and will be published elsewhere. Tucholke et al., 1998]. Atlantis OCC has two main morphological units [Blackman et al., 2002]: the [11] Shot gathers exhibit clear subseafloor refrac- Central Dome and the elevated Southern Ridge tions (Figure 2) and only minimum processing was along the top of the northern wall of Atlantis TF required for this study. Bad traces were edited, and (Figure 1). Spreading-parallel corrugations are best every five consecutive shots were gathered and the developed on the Central Dome. The southern part common-offset traces were stacked and averaged of the Central Dome was drilled at Hole U1309D to form 480-fold ‘‘super shot gathers’’ in order to during IODP Expeditions 304 and 305 (Figure 1) improve the signal-to-noise ratio (SNR). The super shot gathers were filtered in the frequency-wave and 1415 m of predominantly gabbroic rocks were recovered [Blackman et al., 2006; Ildefonse et al., number domain to remove low-frequency cable 2007]. In contrast, large slide scars along the south- noise. Traveltime picks were done in band-pass ern flank of the Southern Ridge, where the Lost City filtered super shot gathers with frequency bands of serpentinite-hosted hydrothermal system is located 3-5-15-30 Hz or 3-5-30-50 Hz, depending on the [Kelley et al., 2001], expose massive outcrops of data quality. Traveltime uncertainty was assigned serpentinized peridotite with lesser gabbro [Karson on the basis of the SNR in a 100-ms window et al., 2006]. before and after the pick [Zelt and Forsyth, 1994]. Although traveltimes were picked in all of the super shot gathers where subseafloor refrac- 3. Data and Methods tions were observed, traveltime picks were deci- mated in the shot and receiver domains before the 3.1. Data Acquisition and Processing inversion. Decimation of the traveltimes was done primarily because the complete data set has a higher [9] The multichannel seismic data used in this study were acquired in 2001 aboard R/V Maurice lateral sampling than can be resolved by traveltime Ewing (cruise EW0102) using a 6-km-long, tomography. Ray theory limits the lateral resolution 480-channel Syntron digital hydrophone streamer to the first Fresnel zone [e.g., Yilmaz, 1987]. In our
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Figure 2. Representative shot gathers from profile K1 over the Kane OCC. Horizontal axes are distances from source to receivers along the streamer, and vertical axes are reduced two-way traveltime (reduction velocities of 4kms 1 and 4.5 km s 1, top and bottom, respectively). case, the first Fresnel zone at an average seafloor within each shot gather (i.e., effective receiver depth of 2.5 km is 250 m for a dominant frequency spacing of 125 m). The decimated set of tra of 30 Hz (deeper below the seafloor the Fresnel zone veltime picks is shown in Figure 3 as color maps increases as the dominant frequency in the data of traveltime versus shot number and source- decreases and the propagation length increases). receiver offset. Therefore we used traveltime picks from one out of every 5 shot gathers (i.e., effective source spacing [12] Feathering of the streamer was minimal and of 187.5 m), and from one out of every 10 receivers ranged between 6° (profile K7) and 3° (profiles
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Figure 3. Color plots showing observed traveltime picks (two-way traveltime reduced at 3.7 km s 1) displayed as a function of shot number and source-receiver offset for each of the seismic profiles. White areas indicate that no traveltimes were picked for a particular shot-receiver pair because of noisy data or because subseafloor refractions arrive later than the seafloor reflection at short offsets.
K1 and A4), resulting in receivers being off the used for raypath and traveltime calculations (see ideal two-dimensional profile by a maximum of next section). Perhaps the most important influence 650 m at the largest offsets. (Feathering was not of streamer feathering in our results is the three- possible to calculate for profile A10 owing to dimensional structure in the vicinity of the profiles corrupted readings by the streamer tail buoy that cannot be modeled with our approach. For GPS; for this profile we assumed that all of the example, the deepest parts of the tomography sources and receivers were perfectly aligned along models are most sensitive to feathering because the profile.) Projection of these out-of-plane re- they are constrained by the largest offsets; therefore ceiver locations into a 2-D profile does not intro- they probably represent an average structure within duce significant uncertainty in the observed a few hundred meters of the profile in the cross-line traveltimes because the differences between the direction. true and projected source-receiver offsets are less than 35 m, on the same order as the grid spacing
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the same order as the first Fresnel zone at the seafloor (see previous sections) to avoid over- parameterizing the inverse problem. As a starting velocity model we used a laterally invariant model with constant vertical velocity gradient that best represents the one-dimensional structure of the Kane OCC [Xu et al., 2007] (3.7 km s 1 at the seafloor and vertical gradient of 1.75 s 1 below the seafloor, Figure 4). Regularization was achieved by minimiz- ing an objective function dependent on the travel- time residuals (weighted by their uncertainty) and the second spatial partial derivatives of the model parameters [Zelt and Barton, 1998]. Readers should note that minimizing the second spatial derivatives of the model parameters results in models that have minimum roughness and there- fore deviate as little as possible from the linear velocity gradient of the starting model.
[15] The trade-off between minimizing data resid- uals or obtaining a smooth solution is controlled by the damping parameter l [Zelt and Barton, 1998]. Figure 4. One-dimensional velocity structures at We ran inversions with different values of l, and at Atlantis OCC extracted from profile A4 beneath the Central Dome at the location closest to Hole U1309 each of the three study areas we selected the results that provided a weighted traveltime misfit function (blue) and beneath the Southern Ridge at 9.5 km 2 model distance (red). Solid black line shows sonic-log c 1.1 in the minimum number of iterations velocities measured in situ within the upper 200– (Figure 5). Our preferred solutions are shown in 800 m of IODP Hole U1309D [Blackman et al., 2006]. Figure 6, and they correspond to the second itera- Long-dash gray line shows the initial velocity model tion with l = 20 at the Atlantis and Dante’s Domes used in our tomography inversions. Short-dash blue line sites, and l = 10 at the Kane site (5 iterations were shows an alternate initial velocity model for profile A4 run in all cases). The importance of horizontal that was used to obtain the results shown in Figure 11. versus vertical smoothing constraints is controlled by the parameter sz [Zelt and Barton, 1998], with sz = 0 indicating no smoothing is imposed in the 3.2. Streamer Traveltime Tomography vertical direction, sz = 1 meaning roughness of model is equal both along vertical and horizontal 13 [ ] Traveltime tomography models were obtained directions, and sz > 1 resulting in models with using the software FAST [Zelt and Barton, 1998]. stronger smoothing constraints in the vertical The forward problem (ray tracing and traveltime direction. We found that our results were not calculation) was solved in a regular grid with 25 m significantly sensitive to values of sz < 0.075, while node spacing both vertically and horizontally. Be- larger values resulted in large c2 misfits, so we cause most of the subcrustal refractions observed in used sz = 0.075 in all of the inversions. our data are not true first arrivals (a common requirement in most traveltime tomography meth- [16] The strong lateral variations in velocity along ods) owing to the deep-water environment (first the profiles (Figure 6) are required by, and not arrivals in our data correspond to the direct wave simply consistent with, the observed data. For propagating horizontally from sources to receivers example, Figure 7 shows results for profile K1 through the water), the ray tracing algorithm was that include observed seismograms, traveltime modified in order to calculate raypaths and travel- picks, raypaths, and predicted traveltime curves times from subseafloor arrivals. for two representative shot gathers that sample very different velocity structures. The initial veloc- [14] The nonlinear inverse problem was solved ity model accurately predicts the observed travel- using a regularized, damped least squares solution. times for shot# 4516, but predicts traveltimes that The inverse model was parameterized as a regular are too large for shot# 4746, demonstrating the pres- grid with 200 m node spacing both vertically and ence of large lateral velocity variations. Figure 7 also horizontally. This grid spacing was chosen to be of
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shows the complete ray coverage for profile K1. This example shows that ray coverage is dense and rela- tively homogeneous along the profiles.
[17] The large negative and positive traveltime residuals predicted by the initial velocity model are reduced to significantly lower residuals by the final models (Figure 8). Data are generally equally well fitted across all source-receiver offsets and shots, particularly for profiles K1, K7, and A10 (Figure 9), except at some locations where topog- raphy is rougher and/or seafloor deeper (e.g., near shot 5200 in profile K1, Figure 9). However, profiles A4, DD2, and DD4 show some depen- dence of traveltime residuals on source-receiver offset, with positive residuals appearing at near offsets and negative residuals at large offsets (Fig- ure 9). This indicates that although the preferred models provide a satisfactory statistical fit to the observations and their uncertainties, the models do not fully capture the complexity and small-scale subseafloor heterogeneities that are likely to be present beneath the OCCs. Thus, our results should be seen as one possible solution to the non-unique inverse problem, representing the minimum large- scale structure that is needed to fit the data within the imposed smoothing constraints. Other approaches such as those of Harding et al. [2007] that incorpo- rate into the inversion the traveltimes from the nearest offsets (not used in this study; see Figure 3), or high- resolution waveform tomography of streamer data [e.g., Shipp and Singh,2002],willbeneededto improve vertical resolution and better characterize the structure of OCCs, particularly within their shal- low most (<200 m) parts.
3.3. Resolution Tests
[18] We conducted several tests to assess the lateral resolution of the final velocity models. We created synthetic velocity models by adding alternating positive and negative vertical anomalies to the initial model shown in Figure 4. The amplitudes of the anomalies varied laterally between ±0.5 km s 1 following a sinusoidal function. Tests were done for anomalies with different widths (i.e., half wavelength of the sinusoidal perturbation) ranging Figure 5. Variation in misfit function between ob- from 1.5 km to 5.0 km. Synthetic traveltimes were served and predicted traveltimes as a function of calculated for each of the synthetic models using damping parameter l, for several inversion iterations. the same experimental geometry as in our seismic Gray squares indicate the preferred solutions shown in profiles. We then inverted the calculated travel- Figure 6. Black line corresponds to c2 =1.1,the times using the same parameters as in our tomog- adopted threshold value for the misfit function. raphy inversion. Only one iteration was required to achieve the desired misfit of c2 1.1. Results from profiles K1 and K7, which are representative
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Figure 6. (a) Two-dimensional tomography models of P wave velocity beneath Kane, Dante’s Domes, and Atlantis OCCs (profile locations in Figure 1). Contours are every 0.5 km s 1. Left panels are dip profiles, and right panels are strike profiles. Short-dashed lines on dip profiles indicate locations of breakaways and terminations. Long-dashed lines show crossings between dip and strike profiles. Green dots and blue diamonds (serpentinite and gabbro, respectively) show dominant in situ lithologies sampled by submersible or remotely operated vehicle [Auzende et al., 1994; Dick et al., 2008; Karson et al., 2006] or drilled [Blackman et al., 2006] (IODP Hole U1309D, vertical gray line projected onto profile A4). (b) Same as Figure 6a with models shown as perturbations with respect to the initial one-dimensional velocity model (Figure 4), with contours every 0.2 km s 1.
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Figure 7. (a) Shot gathers from Figure 2 with observed traveltimes and their assigned uncertainty (circles with red error bars). Traveltime curves are shown as predicted by the initial model (green, from Figure 4) and the final model in Figure 6 (blue). (b) Final velocity model for profile K1, shown as perturbations with respect to the initial model, and contoured every 0.2 km s 1. Raypaths (gray lines) for the two source-receiver pairs in Figure 7a, above, are shown. (c) Final velocity model for profile K1 with complete ray coverage and contours every 0.5 km s 1.
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Figure 8. Traveltime residual histograms. Results of both initial and final models are shown for each seismic profile. N indicates number of observations, RMS is root-mean squared, c2 is weighted misfit function, and mean is the mean of the distributions. for all the other profiles, are shown in Figure 10. this case the tests indicated that anomalies smaller The tests indicate that along sections of profile K1 than 2.5 km were not resolved in the final model. where seafloor is shallowest, features as small as 1.5 km wide in the final velocity model (Figure 6) 4. Results are meaningful and well resolved at subseafloor depths less than 0.5 km (Figure 10a). Along other 4.1. Seismic Structure parts of the profile where seafloor is deeper, only anomalies that are larger than 2.0–2.5 km wide [19] Our tomography models reveal strong lateral above 0.5 km subseafloor depth should be trusted gradients in P wave velocity at scales of 1 km or and interpreted. At subseafloor depths greater than less within the upper 0.5–1.7 km of the litho- 0.5 km, only features at scales of 5 km or larger sphere across the three OCCs (Figure 6). Velocities along profile K1 are meaningful. Similar results are everywhere greater than 3 km s 1 but rarely were found for profile K7 (Figure 10b), although in exceed 6 km s 1. We group velocity structures into three classes that commonly are separated by the
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Figure 9. Color plots showing residual traveltimes predicted by the final models displayed as a function of shot number and source-receiver offset for each of the seismic profiles. transitions noted above. There are some deviations away zone ( 10 to 5 km model distance), and in from the bounds of the tripartite classification profile A10 from the Atlantis OCC breakaway described below, but the grouping captures the zone to the western flank of the Central Dome essentials of the observed variability. ( 13 to 6 km model distance).
[20] The first class includes areas with the lowest [21] The second class includes areas with interme- velocities near the seafloor (<3.4 km s 1)and diate shallow velocities (3.4–4.2 km s 1) and gen- also the lowest shallow vertical velocity gradients erally intermediate velocity gradients (1–3 s 1). (<